` )( 10 2 ¢3 4 56%879$A@CBD$FE 5GIHQPSR`T UWVXY`baFcedIc
Transkript
` )( 10 2 ¢3 4 56%879$A@CBD$FE 5GIHQPSR`T UWVXY`baFcedIc
! 798 : ; <>=.?A@1? B C " #$&%')(+*,.- #/1032546 D E F G ;IH J G K L MONQPRSUVXT W [ Y Z]\5^`_ acb5dZfe gih j(lk6mno(qp% m rOs$0ut vu4u>2w £ xy *Uz{z+0uvj10p|(} !~(pf M Wbd R bW g 0ut v(u263w . Zf Z] ^ R g s$0ut vu4u>2w _]d R Z g 0u3*6 p6myw P \^W R3 giO¡ ¢ w ¤ _ RoR g¥ 4Upo0ut 'p¦w e§©¨ «ª¬o¯®±°²´³µ¶² ¨ ®i¸·, ¨}¨ ²¹ º ! "#$ % 'g & w( ) ,* +.+ -* = BD BQ N 1 4 g +0 w 6 g + -879+0:7<; w )/*,+0 132 g + - w 5 + 0* >?A@CBDFE G ²IH KJFJML1®|¯®| S @CBDUTVB Q TXW5E G >OP@CBQRE G 6 g + -879+0:7<; w ( []Z\_^ -a`cbd )ih jlk/m -fegbd no qpsr tou9v wufx yz|{}r 6h g + - 7:+0 w ( ~/ *o g + - +0 w ) * + k u9 A {$r .yz v Vu:{g wu rulr qpr Prur 6h g + -* 79+ 0* w ( ~ g + -* + 0* w ) * + g + k X²IH<JFJMLUY+¯®|¯®| ²IH KJFJML1®|¯®| g 6 g + -879+0 w k g 6 + - 97 + k |+ 79+0 w w *- 79+ * w 6 k g + * 97 + 0* w r rt y |{ zv |{ r $sr_{ e g w +.* ) * + + -* 79+ * + * ( g * w- g w * g * w g w!#"$&%('*)+,".-/'0")1 2 * g * w g w 573694 8 z{ + -** :<;= )>)'*)#?A@CB =>D $E'*)#? x uU I F x qpsr {}R C GIHKJr 99 L MONQPSR T UVMOWXR no qpsr {]yz r Vwu J uU Y 3 4 [Z g w ufrzq{ G \ ] ^ G {IX_ _ r qu9 ` yufrz r_{ aQb9ced {]yCR. $|{ V rsruK f u'h g ir _ { $r|x c{qV V|{IArsx r R e +* j g w +* k V5z r rt y |{ x" sr A lm xriJr xryr C psr u8 V y $n J C Ar!u _ o d U W psr psr ot uKr u8 C y $ nJ C y u8ufr|y |{ $ g 99 T UVM WXR @8E 0.35 @@88EE NLO SCHEME 1 SCHEME 2 SCHEME 3 SCHEME 4 0.3 0.25 0.2 0.15 ω 0.1 0.05 0 -0.05 -0.1 -0.15 -0.2 0 0.2 0.4 0.6 0.8 1 ²U²'® iX²"!'X<JFJ$#¯¬oJ¸ ´ @ ¬i® Y+&%(' Ji¬ H*) +-, ² ¨ ¨ Y+@ ¬ X²&X<® JJ:µ9< ;=@ 0u ·'¬¬i'® Y ²Y+> 0@J ?cY+, 4Y¬/0 . ¬ Y+¨ ²i¬ #yY10²°A, 0 ² G ¨ . Y °¦ ²¬#°Y20¬E ¬²° ¨ ¬E +436¬58# 7 Y ® Y D 3 ;A°¯ y² HE#|" 5 #i¬«¹G0 ²#JFJH0JI Y i ® F u 0 , · , ² : J +CB B K ν E d RSU k pz uU3ulr ulnJ x # y u8ufr|{ t Ju'"x" yr|x @JuU y r_{ @ E E Y5 +i¬²°3 EH # qY ®¯ ·,², J:#¯¬«¹ 0 B ²JFJH03 I @T E @ E @ E @ T E S % / % S % @ E $# @T E S % "! S % $# @ E @ E @ T E S% % % S % #'&)(+* "! @ E * % "! p { sr I ufrcx" yr { qpsr r rR sr b M M R 0.6 η = 00.5 1 1.5 2 0.5 ω 0.4 0.3 0.2 0.1 0 0 0.1 0.2 0.3 ν 0.4 0.5 0.6 , q psr r| { _ ufr yh_ J yzArcx h ( j e k 4 g w g w *4 g w g 5 psr yruKr yr _ Jwu'sr { 99 0.3 NLO b=0 b=1 b=2 0.25 0.2 0.15 0.1 ω 0.05 0 -0.05 -0.1 -0.15 -0.2 0 0.2 0.4 ν 0.6 0.8 1 u pz{ r VAru'r {IAr|x C P b RhN b R M U W qpsr lu nJxH # sr I { ru9sr { |{ _r {I _ r t p psru uKxru y uufrcyq|{ 99 @ @ EE , #¯¬ HE#i¬"Y HJ 0 5 µ| ¨ Y+ J:9 ;:03JI _ J q xr t,u x J r t { r t { r ] v p r A G r G [ [ k q ul V sr & R [& [ qp v qp I{ }wu9 r XJsr ^ G & ! G p "p rsruK r_{ |{ r {xx" r J C G ^ & ! G ( k _ J y rc" . tou G G G ^ ] & G r XJ ] G x psr { ul Vsr ufrzx{ ssv G r XJ ] ^ G G & & G G x J r ] XJ ! " # $&% G ( ' ( ( $ ( ( *) + , , , *) , , G G *) , ^ G , " & - ! & G h ^ ^ G / . 0.71 0.7 0.69 0.68 γ 0.67 0.66 0.65 0.64 0.63 0.62 0 0.5 1 1.5 2 2.5 3 1.5 2 2.5 3 η 1 0.9 λ 0.8 0.7 0.6 0.5 0.4 0 0.5 1 η R psr_{ r ufr_{ { v qpz$ u8 V y $ nJ C v A }{ sr qpsr r|" . $ db R v p s nJXJu' _ |{. @ @ E E ¯ ® J " 0 I o 0 § MON T UVM WXR !#" %$'&(")*& , + & -.&("'&(/ 0 _ &(21 !3 "4&25!#" 61.!3 7' & 2& 859!3 "4& 0 1 :,;=<>@?.ACB@?.DFE G HJILKNMKPORQS>?.A,T ?.DFEVU WJKNM'KPOR?SX2Y Z[?.ACB@?SX6\;=<]Z/?SX^B_?.D`\ a b7 Y >@?.ACB@?cEdG ef: IgORQ%Z/?hAK \iHJILKNMKPORQS>@?.AT ?cE(U Ykj>?.AB@?cE l mm&(7'& n(36&c1 o a & c1 n & / p&q ")V$'&"]")21p$'&"@1r& n9 21r& 1sn#m& t+ u"wv { y> xzE |q1 / @ @ n 921r& 1cn9m%& 1c }m ~ 9n 9") &p&(" l '& nn#" ~ . $ - : C 5* : C** N+ " % 6 1 , 0 '& +t" }9 "z*& u 1c R - - & m &( a " p& :; < >? A B@?.D E G H IgKNMKPORQ.>? A T ?.DFE U ef: IgORQ Z/? AK \,U W KNM'KPO ?kY j ILO Q >?.AB@?.AVU ?cEiZ K T ? K \w;N<>@?.ACB@?.DFE WJKNM'KPOR? Y j IgORQ > ? A B@? A U ? E iZ~?hKuT KC\,U Y j > ? A B@? A U ? E ; < > ? A U ?2B@?.D E U 56&c1 / o m|m%&(u 0 &(n&( 0 &(m%& 6 1 :Z.K B \ ef: IgORQ%Z.KC\U WJKNM'KPOR?Y j IgO Q > %B U ? E Z KuT h? KC\ G O . K . . . ! T U ! "$# ) K ) *,+ U - T / K U 0 # ) K T 354 > 7E 6 K &e %(' K K K %(2' 1 K 8w1 ~ & !3 U 9 >: E .K . K ! . : 6 sU ! " T / U 0 # T # ) % ' % ' * K a & 9 %$& ZR: T : dZ~?hAK ;B .\t\;=<5>?.AB@?.D E G H gI KNQ.>@?.AT .? D E W K ? - < 9 Z ? KC\ Z ? K T K \ U Y j > ? A B@? A U c? E ; < >? A U ?2B@? D E ? 1 / K =?> (& ")/ 0 0 "~ '& mV- p &(' &"z c1 n9m& '& & ~ ")21p+N" 1 3R.3 "4& 0 1 <>= ; $ 3 46587 Z Z \ 4 2 9 Z @ 9 5:7 .?& $ 9 9 \ %$ '& !#" %$ 9 $ A \ Z \ $ )(+* $-,'%/.01 JLKNMO ;QP 9 RSDTU #" TU 9FE BDC 2 2 G % G 2 " 9FE V&XWY G 587 . #" TU G $ 7 2 G G 587 4 I (]* $^, G 8._ 2 ` G 5:7 a '&("4& a & 21r& acb d e H G 5:7 $ 2 " 9 7 G 5 9 I = = '&ZWY P 9[\ '3 "4&%&g1 + m!3 l ' & a b7 7 61 &77 0 0 0 -2 f (ka,30,3)[GeV ] 0.025 NLL 0.02 LL, iterative LL, analytic 0.015 0.01 0.005 0 20 30 35 40 45 50 ka[GeV] 0.025 f (ka,30,5)[GeV ] -2 25 NLL 0.02 LL, iterative LL, analytic 0.015 0.01 0.005 0 20 25 30 35 @ @ 7'&s1r& n 1 1s' a a &$ $&s1 a &('&"4 40 45 50 ka[GeV] 7'& /gwm3 0 !3 = -2 f (25,30,3, λ)[GeV ] l '& 1 3R!3 61 / 0 &n&( 0 & ,+ +tu" 1c R 0.01 0.009 0.008 0.007 0.5 1 1.5 2 2.5 3 3.5 4 λ[GeV] = -2 '& p&(") 3|1 #"4& '&%& 0 & 0 "4&%&( g1 + m!3 df /d(#iterations) [TeV ] a 3000 / 0 Y=1 Y=3 Y=5 Y=7 2500 2000 1500 λ=1 GeV 1000 500 0 0 5 10 15 20 iterations = n 9 61 '& " a 7 a b7 &'&("z "&2&(g1 + m7!3 -2 f (25,30,Y)[GeV ] + '& '3 0.08 0.06 NLL LL 0.04 0.02 0 0 2 4 6 8 10 Y = R*7'& }9" /%+tu" 3 61 '&"& @@ -2 f(k a,kb,θ)[GeV ] 0.008 Y=3 Y=5 0.006 0.004 0.002 0 0.5 1 1.5 2 2.5 3 θ [rad] &(n& 0 &( m& 7 '& 56& &7 a &2&( 3 & 0 & +tu" 7'& mV m& + 0 l '& "4(& 'u" 61.sq !3 n( ~% 61 mV,1r& e 0 e = '&('3 &('3f WK? A e / ? AK >EG W K .? D e / ? DK R3 1s # >@?.D E ; >? A B@?.D@BE $ >@? A E " a 9" 0 & 1 '& &(" q %$&( &! "& 1 %$'&s)q ( 0 +* ,-m!+.0/ .1/2m2435, n6,3 0 m!7398 :86<;9=1 >4/c1 @? A CB 7D FE GB IHKJML N @O A P NRQ<ES!QTQUH5FNB PS V J =XW l }m &0/ 35, /! m <, 7398 <; !"# M3 ,<8 8 8 $ m39n<; :81$%$'& 398)( 35, <; ;5/ %$ / 8( <8 m27398 Z +Z , * , * .- \ , , , * , * . 2 4 3 ; $ ,* Z ,* < = 9 J K MVO ;P 9 I $ ,* @ 9 5:7 4 5:7 9 QP . & 9 " Z 1 +Z , * " \ KML $ $ A N#N#N . " UT n 2m ,3 / 2 3 8 m +Z , * , * .- \ 6 ON#N#N C N#N#N SR " <8 B 2 )( ,* (+* $-,' ,* . 1 H ,* 4 (+* $-, G ,* 2 8. ,* Vcn:8 <; 3 4 5 9 X 4 G 5:7 3 8 X3 , P . \ - \ $ '& 9 4 O $ E $ @ 3 ; @ E R39; 3 2& ,- * 5 6 87:9; 1 =< 0/01324 0/ , * 1 7398?$M>/ A@CBED FHG BJI 4 5 m 0 ; 3 @ l >/ V = <; :8 . 6, <8 / E 4 ZWX, * W WS, * W .- \ 1 87 9; 9 4 3 =ZY 4 ZWS, * W WX, * W .- \ . G @ ) I , , +Z * * \ Y W- S, * W 5 6 5 @ WX, * W WS, * W 0/ WX, * W 1 31 2 4 $ = ; = . . @ " @ ; $ @ @ E $ O , * . $ fn (|ka| = 20 GeV, |kb| = 30 GeV, Y) [GeV-2] 0.001 0.0001 1e-05 Iterative n = 0 Analytic n = 0 Iterative n = 1 Analytic n = 1 Iterative n = 2 Analytic n = 2 1e-06 1 2 3 4 5 6 Y 9/ ( /|m2 , D FEGE ;^ _ ( 1$', / / H !#"$ IJKL9MFONPIQ+SR EG_`"`9a=3?K "% % / , "% &('*) / 8 V!,3 +-,.+/ 81$ > / V /10324156"78:9<;>=3?A@CB TU=3EC4VW=XFYF)ZY\[\Y\Y] b(3dcfeg=@C9CcihJc =t 7 f (|ka| = 20 GeV, |kb| = 30 GeV, Y, θ) [GeV-2] 0.0007 Full result (Y = 3) Conformal expansion (Y = 3, n = 4) (Y = 3, n = 8) (Y = 3, n = 10) Full result (Y = 5) Conformal expansion (Y = 5, n = 4) (Y = 5, n = 8) (Y = 5, n = 10) 0.0006 0.0005 0.0004 0.0003 0.0002 0.0001 0 0.5 1 1.5 θ 2 2.5 3 > &0/ 35, /! 7398 <, ' <; 6 #" $ '& V& A )( T T * 7398 X8 K,-6, / (/ , ! - = -#" B ! . 2 3 * & $ & $ . $ 2 . 2 % 2 . 3&% $ 1 $ $ . $ $ $ / 8!'% $ 1 !,-<8 * = )( -2 f(ka,kb,q,∆y)[GeV ] 1.2 q=0 GeV q=1 GeV q=2 GeV 1 0.8 ka=5 GeV,∆y=3 0.6 0.4 0.2 0 0 5 10 15 20 25 30 kb [GeV] &0/ 35, /! $ &0/ :8 % <; 35,, 6,3 > 7398 <, ' ;+/ * * UT / ( 398 3&% % !#" $&% V3 ' (K,3 / 2&1/ % ' * UT T 8 * " / , . +.0/ " * 3 8 / ,% * ;8 " ( " 0 ) / ,80/ ;+* f0 (|ka|, |kb| = 30 GeV, Y = 10) [GeV-2] 10000 LL NLL (-1) NLL2 2 NLL no d χ0 (γ) / dγ 100 1 0.01 0.0001 1e-06 1e-08 1e-10 1e-12 1e-06 0.0001 0.01 1 100 10000 1e+06 % ' 1e+08 1e+10 |ka| [GeV] , / ( !V3 !&0/ , , / 3 , / ; /.6<8 R >/T )( / , (K<; ; % 2 0.9 -2 f0 (|ka|, |kb| = 30 GeV, Y = 10) [GeV ] LL NLL 0.8 0.7 0.6 0.5 0.4 0.3 0.2 0.1 0 10 15 20 25 30 35 40 45 |ka| [GeV] 3 ( ,/ ,<8<8 2&0/ 81$ R3 % 39<; 8 35, R<8 $ 4/ ,% )( 4/ , , /> / , (X3 , /T '% % 7398 % 50 &0/ 35, /! <; 2, 2 !<, / 3 7398 <, ( / ' 7398 &0/ / WS, * W , * ,* 2 # $ ,&* % ', W , * W+ -, W , * W ( W * W *) W , * W 4 KML # ) 5 =' :8 2& & & ' , / $ <;7 , 7398 % ! # KML ( '?> A W B * W C F ,* /1. 0 ,"* , * , * # , * 2 , * # , * , * 3 2 %5 796 8;: B WS, * W 2 < # @ 8;6 : '?> " W B * W B W B * W # F )ED KML = = >HG D " IKJ LNM O LQPUTSR T RUPWVSRTP1J XTR AY[ZM\R^] ' a` AcbeB d b > _ _ " ) >f@ R Y1J-LP J UZM( Y[P YZM V L RUPM LP &% % ! #"%$ & ')(+*, -" # 5 .0/214365 D beB d b 4 ' 79: 8 7 ; $ b bd > d b b .0/214365@?BA FCED b > d b BG # H ` I J ` > <=; > " " d c b b 6 A FEC D > K A FCED < A FCED < 97 8 :EL ` b >d b < beB d b M A FCED # A FCED ? 5 6 ` b B d b GON ` b B d b 7 8 :EL < L P M R JRQ;R STVUWU R@S J PWR XZY [*( `\O] (-^_`'acb ] ` Id ` F A CED = =0e F >HG D R M Z f f Y1J gL P hY SQTL jR i;RV ZM LQhP k] A Fl cb > d b mon ' 7 s 8 7 ; pIqr L ` t ;uJvxwzy b B d b f 798; : ` A Fl cbeB d b # 798; : 5 { A Fl b B d b A Fl 6 L A Fl D e 6 ' ` cbeB d b C } L ~ H L > _`\OL _ !I L ` ) e dW """ 'D Q Y1J L M J Q;R R R S J LQP I # ` IJ ` | # F >c
Podobné dokumenty
SUNLINE Powerkit SPK 10,SPK 17, SPK 25, SPK 50
(*)*+-,/.1032547698;:=@:=A,0 BDCE+=>
F/6HG*+*8;:-4*IJ
1317 3. 11 %e 24 2? 30 32 113 13 1102 2, cbon 36 ?3 27 27 113 13
32. LÍea tfilroglav gt. 0433 3. Cheb 30 31 32 Zj 118
0659 3. chon 35 30 3t 24 12O
33. Kubík Z eněts